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Factoring Families Of Positive Knots On Lorenz-Like Templates, Michael C. Sullivan
Factoring Families Of Positive Knots On Lorenz-Like Templates, Michael C. Sullivan
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We show that for m and n positive, composite closed orbits realized on the Lorenz-like template L(m, n) have two prime factors, each a torus knot; and that composite closed orbits on L(−1,−1) have either two for three prime factors, two of which are torus knots.